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环磷酸腺苷与蛋白激酶的相互作用。平衡结合模型。

Interaction of cyclic adenosine 3':5'-monophosphate with protein kinase. Equilibrium binding models.

作者信息

Ogez J R, Segel I H

出版信息

J Biol Chem. 1976 Aug 10;251(15):4551-6.

PMID:181376
Abstract

A number of potential models for the interaction of cyclic AMP with protein kinase (RC or R2C2) have been examined. These include: Model 1, the simultaneous binding of cyclic AMP and release of C (catalytic subunit) from an independent RC protomer; Model 2, dissociation of an independent RC protomer prior to cyclic AMP binding to R (regulatory subunit); Model 3, cyclic AMP binding to RC prior to the dissociation of C; Model 4, random binding of cyclic AMP and dissociation of C with an interaction factor alpha less than 1; Model 5, release of 2C concomitant with the binding of one cyclic AMP to R2C2 followed by binding of the second cyclic AMP to the vacant R subunit; and Model 6, the simultaneous binding of cyclic AMP and release of C from one RC protomer resulting in a greater "affinity" of the other RC protomer for cyclic AMP, i.e., a cooperative version of Model 1. All the above models yield [cyclic AMP]0.5 values that increase with increasing protein concentration and Hill plots with average slopes equal to or less than 1.0 in the usual experimental range (10 to 90% of saturation). The Hill plots can be nonlinear, but for each model the exact shape of the plot changes in a characteristic (diagnostic) manner with changing protein concentration. Skeletal muscle protein kinase yields relatively linear Hill plots with napp values greater than 1.0. Consequently, Models 1 to 6 are not likely candidates. However, Model 2 is an excellent alternative model for proteins that display "negative cooperativity" with respect to the binding of a ligand. The properties of several "linear", "tetrahedral", and "all-or-nothing" cooperative models have also been examined. These include Models 7, A, B, and C and 8, A, B, and C which are cooperative versions of Models 2 and 3, respectively, and Model 9, a cooperative version of random Model 4. Model 9 is the most general model from which all others can be derived. Models 9 and 7, A, B, and C in which the prior dissociation of C greatly enhances or is an absolute requirement for cyclic AMP binding to R, are likely candidates for skeletal muscle protein kinase. All four of these models are capable of yielding Hill plots with average slopes greater than 1, and napp values that decrease with increasing protein concentration (in agreement with published data). In addition, in all four models the tight binding of MgATP to R2C2 yields decreased napp values and increased [cyclic AMP]0.5 values (also consistent with published data).

摘要

已经研究了环磷酸腺苷(cAMP)与蛋白激酶(RC或R2C2)相互作用的多种潜在模型。这些模型包括:模型1,cAMP同时结合并从独立的RC原体释放C(催化亚基);模型2,在cAMP与R(调节亚基)结合之前,独立的RC原体解离;模型3,在C解离之前,cAMP与RC结合;模型4,cAMP随机结合且C解离,相互作用因子α小于1;模型5,一个cAMP与R2C2结合的同时释放2个C,随后第二个cAMP与空的R亚基结合;模型6,cAMP同时结合并从一个RC原体释放C,导致另一个RC原体对cAMP的“亲和力”增加,即模型1的协同版本。上述所有模型产生的[ cAMP ]0.5值均随蛋白质浓度的增加而增加,且在通常的实验范围内(饱和度的10%至90%),希尔图的平均斜率等于或小于1.0。希尔图可能是非线性的,但对于每个模型,图的精确形状会随着蛋白质浓度的变化以特征性(诊断性)方式改变。骨骼肌蛋白激酶产生的希尔图相对线性,napp值大于1.0。因此,模型1至6不太可能是合适的模型。然而,对于在配体结合方面表现出“负协同性”的蛋白质,模型2是一个很好的替代模型。还研究了几种“线性”、“四面体”和“全或无”协同模型。这些包括分别是模型2和3协同版本的模型7、A、B和C以及模型8、A、B和C,以及随机模型4的协同版本模型9。模型9是最通用的模型,所有其他模型都可从中推导得出。模型9以及模型7、A、B和C,其中C的预先解离极大地增强了或绝对要求cAMP与R结合,可能是骨骼肌蛋白激酶的候选模型。所有这四个模型都能够产生平均斜率大于1的希尔图,且napp值随蛋白质浓度的增加而降低(与已发表的数据一致)。此外,在所有四个模型中,MgATP与R2C2的紧密结合会导致napp值降低和[ cAMP ]0.5值增加(也与已发表的数据一致)。

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